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f'(sinx
cosx
f'(cosx
-sinx
f'(tanx
sec^2x
f'(cscx
-cscxcotx
f'(secx
secxtanx
f'(cotx
-csc^2x
tanx =
sinx/cosx
cscx =
1/sinx
secx =
1/cosx
cotx =
cosx/sinx
1
Cos^2x+Sin^2x